CN1195442A - Pulse shaping for multicarrier modulation - Google Patents

Abstract

A method and system for data transmission in an orthogonal frequency division multiplexed (OFDM) system is provided. In the invention each of a plurality of data symbols Ck, having a symbol period T, are modulated (404) onto one of a plurality of subcarriers comprising a first data signal. The first data signal is then multiplied (406) by a pulse-shaping function over the period T to generate a second data signal. The second data signal is then modulated (412) and transmitted on a system carrier over a communications channel (414) of the OFDM system.

Description

The pulse shaping of multi-carrier modulation

Background of invention

Invention field

The present invention relates to a telecommunication system, more particularly, relate to a kind of PULSE SHAPING METHODS FOR HIGH and the system that in OFDM (OFDM) system, carry out transfer of data.

Prior art is looked back

In wireless communication system, a kind of common technology of transmission information is that information is divided into independently unit, independently transmits each unit on the RF subcarrier then at each.On receiver, just can from each subcarrier, receive these separate units and recover raw information.Such transmission technology is known as multi-carrier modulation (MCM).

OFDM (OFDM) is a kind of specific process of MCM.An ofdm signal is included in multiplexing together a plurality of subcarriers, the frequency difference of each subcarrier, and discrete rather than signal modulation of continually varying by level.

Because the level Discrete Change of modulation signal, the power spectrum of each subcarrier is obeyed (sinx/x) ²Distribute.For an ofdm system, definition sub-carrier frequencies f _k, k=0 ..., N-1 makes that subcarrier quadrature, the power spectrum that is to say each subcarrier are zero at the frequency place of other each subcarrier.

A data glossary of symbols C _kK=0 wherein ..., N-1 (plural number of promptly representing transmitted breath) is used for N subcarrier in the Modulation OFDM system, each data symbol C _kModulation assigned frequency f _kThe subcarrier at place.Concrete grammar with complex representation information depends on modulator approach.Modulator approach commonly used comprises phase shift keying (PSK), differential phase keying (DPSK) (DPSK), quarternary phase-shift keying (QPSK) (QPSK) and differential quadrature phase keying (DQPSK) (DQPSK).

The sub-carrier frequencies f of N subcarrier in the ofdm system _k, k=0 ..., N-1 is defined by following basic function collection:

${\mathrm{\&Psi;}}_k\left(t\right)={[}_0^{{\mathrm{<figure-callout\; id="2"\; label="e\; j"\; filenames="A9619672500182.png,A9619672500222.png"\; state="\{\{state\}\}">e</figure-callout>}}^j},$ 0≤t＜T other

For making two basic function quadratures, two frequency f _iAnd f _jBetween minimal difference be 1/T, so sub-carrier frequencies is defined as: $f_k=f_c+\frac{K}{T},$ K=0 wherein ...., N-1

F wherein _cBe system's carrier frequency, the T is-symbol time (duration of a data symbol).Subcarrier spacing just is defined as f ₀=1/T.

All N signal sums are known as an ofdm signal.Transmission signal in the time interval [0, T] can be expressed as: $x\left(t\right)=\underset{k=0}{\overset{N-1}{\mathrm{\&Sigma;}}}{C}_k{\mathrm{\&Psi;}}_k\left(t\right)$

If y (t) is the signal of receiving in receiver, data can be by following operation detection: $C_k\mathrm{received}=\frac{1}{T}\underset{0}{\overset{T}{\&Integral;}}y\left(t\right){\mathrm{\&Psi;}}_k\&CenterDot;\left(t\right)\mathrm{dt}$

ψ wherein ^* _kBe ψ _k(t) complex conjugate.

More than describe and only considered a time interval, i.e. [0, T].Other isometric time interval is carried out similar operation, by the form addition after x (t) time-delay, can construct whole transmission signal and, be for different time interval m, data symbol set C to its decoding _k ^(m)Different.

As an example can how constructing ofdm signal, make N=4 and consider 8 data symbols of transmission on 2 time interval m=1 and m=2.For ease of explanation, the real part of data symbol will only be considered.Those skilled in the art understands that the data of a symbol of expression comprise real part and imaginary part.8 data symbol C _k ^(m)Can be defined as:

C ₀ ⁽¹⁾＝1 C _t ⁽¹⁾＝1 C ₂ ⁽¹⁾＝-1 C ₃ ⁽¹⁾＝-1

C ₀ ⁽²⁾＝1 C ₁ ⁽²⁾＝-1 C ₂ ⁽²⁾＝1 C ₃ ⁽²⁾＝1

With reference now to Fig. 1,, the real part and the imaginary part of two OFDM symbols of 8 data symbols that transmit has been described among the figure on two time interval m=1 and m=2.Signal 300 is signal 302,304,306 and 308 sums.Signal 302,304,306 and 308 representatives are at sub-carrier frequencies f _kOn each data-signal, k=0 wherein ..., 3, they have formed composite signal 300.For instance, if symbol C ₀ ⁽¹⁾=C ₀ ⁽²⁾=1, when m=1 and m=2, C ₁ ^(m), C ₂ ^(m)And C ₃ ^(m)Equal zero, sending signal will be shown in Fig. 1 signal 308.

ψ _k(t) Fourier transform is that a centre frequency is at f=f _kSin (the x)/x type function at place.So different ψ _kFrequency spectrum will be overlapping.But they remain quadrature, and specifically, when each spectrum was got maximum, other spectrum was zero.

With reference now to Fig. 2,, ψ has been described among the figure _k(t) frequency spectrum.Represented k=0 among Fig. 2 ..., 7 spectrums when that is to say N=8.From Fig. 2, can find out, by in frequency f _kGo up sending signal x (t) sampling, can not from the interference of other symbol the time, recover each data symbol.

Above description supposition to OFDM has only user transmission information on all N subcarrier.This is such as the situation in Point-to-Point system such as modulator-demodulator or the high definition TV broadcast systems such as (HDTV).But, OFDM also can be used for the multiple accessing communication system.In a typical multiple accessing communication system that uses OFDM, on same frequency range, have many user's common spectrum.Cellular system is an object lesson of this type system.In the down link of a cellular system (base station is to mobile radio station) transmission, the base station can be on different subcarriers multiplexing all users.In up link (mobile radio station is to the base station) transmission, the subcarrier set that distribute the total number of sub-carriers that is less than certain base station use in the link can for each mobile radio station, mobile radio station can be constructed ofdm signal according to said method.

Ideally, on an additive white Gaussian noise (AWGN) channel, can send and receive the ofdm signal x (t) that does not have intersymbol interference (ISI).But on a typical wireless channel, time diffusion and frequency diffusion (Doppler's expansion) have influenced the validity of received signal.From Fig. 2, Doppler expands the obvious orthogonality of destroying subcarrier, because the zero crossing of each subcarrier spectrum will be offset arbitrarily.This causes producing ISI between the data symbol that sends on the different sub carrier.In addition, ofdm system may cause serious band to disturb outward as can be seen from Figure 2.For instance, if f ₇Above Frequency Distribution is given second system, will have the subcarrier f by Fig. 2 in this frequency range _kThe serious interference that causes of frequency spectrum.Spectral decay is slow more, disturbs big more.

Equally, Fig. 1 shows that the time diffusion that sends signal can produce interference between the symbol of adjacent time cycle m=1 and m=2.

For single-carrier system, the method for handling ISI usually is to use an equalizer in receiver.For ofdm system, it is simply many to handle ISI, because the symbol time T of ofdm system is generally much longer than single-carrier system.The ISI that the different sub carrier frequency passes between the data symbol can be by correct selection symbol time T and corresponding subcarrier spacing f ₀Reduce.ISI between the time interval can avoid by introduce guard time between the time interval of transmitting data symbol.The introducing of guard time be by long in the interval of T+t gained being sent signal x (t) continuation that circulates, wherein t be protection at interval.Introduce after the guard time, by following operation detection reception value: $C_k\mathrm{received}=\underset{t}{\overset{t+T}{\&Integral;}}t\left(t\right){\mathrm{\&Psi;}}_k\&CenterDot;\left(t\right)\mathrm{dt}$

Wherein y (t) is a received signal.In this case, if maximum diffusion time is less than protection at interval, for k=0,1 ..., N-1, C _k=C _kReceived (supposition phase deviation can be corrected by for example pilot signal).

By using above-mentioned protection at interval, avoided the interference between the different pieces of information piece.Disappear from channel up to the remnants of last data piece influence, just current block is detected.As long as protection is at interval greater than the longest diffusion time on the channel, protection just can do with time delay at interval.But if diffusion delay is longer, the orthogonality of subcarrier just can't keep, and causes mis-behave.In addition, use the influence of protecting the interval can not reduce Doppler's expansion outer interference of band to received signal and/or frequency synchronization error.

Therefore, a kind of ofdm signal that can reduce is to the susceptibility of time diffusion and reduce Doppler's expansion the method and system of OFDM received signal influence is helped using in ofdm system.In addition, if playing, this method and system reduces to have more advantage with the outer effect of disturbing.

Summary of the invention

The invention provides a kind of PULSE SHAPING METHODS FOR HIGH and system that carries out transfer of data in ofdm system (OFDM), it has reduced to disturb between time diffusion and Doppler's escape character (ISI) to receiving the influence of ofdm signal.The present invention has also reduced the band in the ofdm system and has disturbed outward.

The conventional method that reduces ISI relates to and introduce a guard time between the interval of transmitting data symbol.The introducing of guard time is by a specific duration of transmission signal cycle continuation.But, use guard time not reduce because the interference between the OFDM subcarrier that Doppler's expansion effect causes.The benefit that the present invention is better than guard time is that the time that can reduce simultaneously spreads and the influence of Doppler's expansion.

In invention, have in one group of data symbol of symbol period T each and be modulated onto in one group of subcarrier one, to produce one group of modulated subcarriers that constitutes the OFDM data-signal.Then, by system channel on the system carrier transmission before, compound OFDM data-signal and a pulse shaping function multiply each other.

In one embodiment of the invention, the pulse shaping function can be the raised cosine pulse on the one-period T.In this embodiment, the reduction of the rolloff-factor of raised cosine pulse decision ISI.Rolloff-factor is high more, and ISI reduces manyly more.Used sub-carrier frequencies is also determined by the rolloff-factor of raised cosine pulse.Rolloff-factor is high more, and the available subcarrier number reduces manyly more.System's available band one regularly, according to the rolloff-factor that adopts can reduce at the available subcarrier number that pulse shaping causes and the minimizing of intersymbol interference (ISI) between weigh.

The accompanying drawing summary

Fig. 1 represents the real part and the imaginary part of two OFDM symbols;

Fig. 2 represents the frequency spectrum of ofdm signal;

Fig. 3 A-3C represents two kinds of frequency responses after time domain impulse waveform, frequency response and the scale expansion under the pulse shaping function respectively;

Fig. 4 A and 4B represent an ofdm system transmitter and receiver block diagram according to principle of the invention work respectively;

Fig. 5 represents to carry out an ofdm signal frequency spectrum obtaining behind the pulse shaping according to the principle of the invention; With

Fig. 6 A and 6B are illustrated respectively in one embodiment of the present of invention, by the data-signal of circulation continuation circuit and combination device circuit generation.

The detailed description of invention

The pulse shaping that is used for transfer of data among the present invention is realized by making an ofdm signal and a pulse shaping waveform w (t) multiply each other before sending signal on the OFDM channel.In invention, the ofdm signal x (t) that each time interval sends is provided by following formula: $x\left(t\right)=w\left(t\right)\underset{k=0}{\overset{N^{\&prime;}-1}{\mathrm{\&Sigma;}}}{C}_k{\mathrm{\&Psi;}}_k\left(t\right)$

Among the present invention, f _kRedefine for: $f_k=f_c-\frac{\&Proportional;k}{T},k=0,....,N^{\&prime;}-1$

Wherein α is that a frequency that depends on used pulse shaping function w (t) is adjusted coefficient.If y (t) is a received signal, receiver can be by following operation detection data: $C_k\mathrm{received}=\frac{1}{T}\underset{0}{\overset{T}{\&Integral;}}y\left(t\right){\mathrm{\&Psi;}}_k\&CenterDot;\left(t\right)\mathrm{dt}$

With reference now to Fig. 3 A, 3B and 3C,, represented the pulse shaping function w of two kinds of examples among the figure respectively ₁(t) and w ₂(t) frequency response after time domain impulse waveform, frequency response and the scale expansion.For ease of relatively, also represented not use the channel response of pulse shaping among Fig. 3 A, 3B and the 3C.Time and frequency scale are according to symbol time T and sub-carrier frequencies f _c=0 has carried out normalization.The pulse shaping function definition is that rolloff-factor is the raised cosine pulse of B, w ₁(t) rolloff-factor is 1/2, w ₂(t) rolloff-factor is 1.Raised cosine pulse is: $w\left(t\right)=\frac{1-\mathrm{<figure-callout\; id="2"\; label="COS"\; filenames="A9619672500182.png,A9619672500222.png"\; state="\{\{state\}\}">COS</figure-callout>}2\mathrm{\&pi;t}/\mathrm{<figure-callout\; id="2"\; label="TB"\; filenames="A9619672500182.png,A9619672500222.png"\; state="\{\{state\}\}">\; <figure-callout\; id="0"\; label="TB"\; filenames="A9619672500182.png,A9619672500221.png"\; state="\{\{state\}\}">TB</figure-callout>\; </figure-callout>}}{2},0\&le;t<\frac{T}{2}B$ With $w\left(t\right)=1,\frac{\mathrm{<figure-callout\; id="2"\; label="TB"\; filenames="A9619672500182.png,A9619672500222.png"\; state="\{\{state\}\}">TB</figure-callout>}}{2}\&le;t<T-\frac{\mathrm{TB}}{2}$ $w\left(t\right)=\frac{1-\mathrm{COS}(2\mathrm{\&pi;}(T-t)/\mathrm{TB})}{2},T-\frac{\mathrm{<figure-callout\; id="2"\; label="TB"\; filenames="A9619672500182.png,A9619672500222.png"\; state="\{\{state\}\}">TB</figure-callout>}}{2}<t\&le;T,$ For 0＜3≤1,

Pulse duration T among Fig. 3 A under three kinds of situations is identical.

Fig. 3 A shows by x (t) and pulse shaping function w in the 0≤t＜T of interval ₁(t) or w ₂(t) the beginning part and the ending that the pulse shaping that carried out will deamplification x (t) of multiplying each other is because w ₁(t) and w ₂(t) amplitude when period T begins rising and the decline when finishing all compare slowly.When because time diffusion causes from the OFDM symbolic component in different time cycle when overlapping, this will desensitising.When not using pulse shaping, signal x (t) is not decayed in period T.

In Fig. 3 B and 3C, pulse shaping function w ₁(t) and w ₂The rate of decay of frequency response intermediate frequency spectrum density (t) is more faster than not using the channel of pulse shaping.Rate of decay directly depends on rolloff-factor B.After multiplying each other, the spectral decay of pulse shaping is fast more, and each subcarrier that sends signal x (t) is compared just low more to the sensitivity of Doppler's expansion with the subcarrier that does not use pulse shaping.The fast more whole system base band that also can make of spectral decay speed has higher spectral decay speed.This will reduce to be with outer the interference.

The channel frequency response frequency spectrum that Fig. 3 B and 3C also illustrate the pulse shaping spectrum of function relevant with rolloff-factor B when not using the pulse shaping function is wide.For example, B is 1 o'clock w ₂(t) spectrum width is the twice of channel frequency response spectrum width when not using pulse shaping.Put B and be 0 and be equivalent to and do not use pulse shaping, the frequency spectrum shown in when obtaining not having pulse shaping.Spectral change when using pulse shaping has changed the orthogonality relation between the subcarrier in the special frequency band.Therefore, use a specific pulse shaping function may need to adjust selection, to keep the orthogonality during the transfer of data to subcarrier.Frequency is adjusted factor alpha and is used for this adjustment.α is defined as: $\frac{2}{2-B}$

As an example of sub-carrier frequencies adjustment, if use the pulse shaping function w that comprises the Hanning function ₂(t), the pulse shaping function can be defined as: $W_2\left(t\right)=\frac{1-\mathrm{COS}(2\mathrm{\&pi;t}/T)}{2},0\&le;t\&le;T$

For the Hanning function, B=1, α=2.In invention, sub-carrier frequencies is defined as: $f_k=f_c+\frac{2k}{T},k=0,....,\frac{N}{2}-1,$

Therefore,, compare, use each second subcarrier transmission by C with traditional OFDM for given bandwidth _k ^(m)The data symbol set of definition.Each symbol C _kIn frequency is f _kSubcarrier on transmit f _kDefinition as above.Sending signal x (t) is exactly: $x\left(t\right)=w\left(t\right)\underset{k=0}{\overset{\frac{N}{2}-1}{\mathrm{\&Sigma;}}}{C}_k{\mathrm{\&Psi;}}_k\left(t\right)\mathrm{dt}$

If y (t) is a received signal, receiver can send data by following operation recovery: $C_k\mathrm{received}=\frac{1}{T}\underset{0}{\overset{T}{\&Integral;}}y\left(t\right){\mathrm{\&Psi;}}_k\&CenterDot;\left(t\right)\mathrm{dt}$

With reference now to Fig. 5,, represented w (t) Ψ among the figure _k(t) frequency spectrum, k=0 wherein, 1,2,3.Pass through in frequency f as can be seen from Figure 5 _kEach data symbol can recover to sending signal x (t) sampling in the place, and does not have the interference from other signal.

Frequency spectrum explanation pulse shaping shown in Figure 5 causes subcarrier f ₀, f ₁, f ₂And f ₃Spectral decay speed faster.When traditional OFDM for example shown in Figure 2 compared, obviously the Doppler between the subcarrier expanded susceptibility and will reduce.Because the spectral density decay is faster, the outer interference of band obviously also will be reduced.

For fixing given bandwidth, pulse shaping of the present invention requires the data symbol in the time per unit to be less than the traditional OFDM that uses each available orthogonal sub-carriers.

Describe one embodiment of the present of invention now, it has used the pulse shaping function of being represented by a raised cosine pulse.

With reference now to Fig. 4 A and 4B,, represent respectively among the figure according to the transmitter 400 of an ofdm system of principle of the invention work and the block diagram of receiver 430.Transmitter 400 and receiver 430 are to realize one of hardware configuration that many kinds of the present invention are possible.In this embodiment, compare with above-mentioned traditional OFDM, the time sample that sends in OFDM symbol period T and each period T is counted N and is immobilized.The data symbol C that pulse shaping causes each OFDM symbol to send _kNumber N ' reduces.In an embodiment of the present invention, the data symbol C of transmission _kNumber N ' equals used sub-carrier number N ', and is defined as N '=N/ α.

Transmitter 400 comprises that a serial-parallel converter 402, inverse fast fourier transformed (IFFT) circuit 404, circulation continuation circuit 405, pulse shaping multiplier 406, a N are to 410 and modulators 412 of 408, digital-to-analog converters of 1 multiplexer (Mux) (DAC).In the transmitter operation, serial-parallel converter 402 comprises the individual data symbol of N ' C to one _k, k=0 ..., the serial digital data stream 416 of N '-1 is transformed into an OFDM piece (OFDM symbol).Then, the individual data symbol of the N ' C that forms the OFDM piece _kInput IFFT circuit 404.Each symbol C _kBe input to frequency be f _kThe subcarrier corresponding input end.IFFT circuit 404 is at k=0 ..., N '-1 o'clock output just can be expressed as: $z_n=\underset{k=0}{\overset{N^{\&prime;}-1}{\mathrm{\&Sigma;}}}{C}_{\mathrm{<figure-callout\; id="2"\; label="k\; e\; j"\; filenames="A9619672500182.png,A9619672500222.png"\; state="\{\{state\}\}">k</figure-callout>}}{e}^j{2\mathrm{\&pi;kn}/N^{\&prime;}}^{},n=\mathrm{0,1},...,N^{\&prime;}-1$

Output (the signal z of N ' some IFFT _n, n=0 wherein ..., N '-1) represent and carry the time series signal that will transmit data to some extent.Because in this embodiment of the present invention, for given frequency bandwidth, the time sample in OFDM symbol time (FFT frame) T and each period T is counted N and is remained unchanged, in circulation continuation circuit 405 to signal z _nCirculate continuation to produce a signal a who has N sampling on period of time T _n

In circulation continuation circuit 405, sequence z _nTop several continuous signals are placed in time discrete sequence a _nAfterbody, sequence z _nSeveral last continuous signals are placed in time discrete sequence a _nBeginning.Signal a _nBe defined as:

a _n＝z _{(n-(N-N′)/2mod?N′}，n＝0，1，....，N-1

With reference now to Fig. 6 A,, the function that circulation continuation circuit 405 is finished has been described among the figure.In the example, the sampling number N of each OFDM symbol equals 10 shown in Fig. 6 A, data symbol C _kNumber N ' equals 6.

In order in time domain, to carry out pulse shaping, time series signal α _nIn pulse shaping multiplier 406 with suitable constant w _n, n=0 ..., N-1 multiplies each other, and this constant is from the time discrete pulse shaping function with selected rolloff-factor B, with generation value x _k, k=0 ..., N-1.Time discrete pulse shaping function definition is: $w_n=\frac{1-\mathrm{COS}(2\mathrm{\&pi;n}/\mathrm{NB})}{2},0\&le;n<\frac{N}{2}B$ $w_n=1,\frac{\mathrm{<figure-callout\; id="2"\; label="NB"\; filenames="A9619672500182.png,A9619672500222.png"\; state="\{\{state\}\}">NB</figure-callout>}}{2}\&le;n<N-\frac{\mathrm{NB}}{2}$ $w_n=\frac{1-\mathrm{COS}(2\mathrm{\&pi;}(N-n)/\mathrm{NB})}{2},N-\frac{N}{2}B\&le;n<N,$

Then, discrete output x _{N ...,}x _{N '-1}Undertaken time-multiplexedly by multiplexer 408, constitute the discrete-time series be expressed from the next: $x_n=w_n\underset{k=0}{\overset{N-1}{\mathrm{\&Sigma;}}}{C}_{\mathrm{<figure-callout\; id="2"\; label="k\; e\; j"\; filenames="A9619672500182.png,A9619672500222.png"\; state="\{\{state\}\}">k</figure-callout>}}{e}^j{2\mathrm{\&pi;kl}/N}^{},n=0,...,N-1$

I=(n-(N-N ')/2 wherein) mod N '.Afterwards, discrete-time series x _nBe input to DAC410, it is transformed to an analog waveform x (t) at this.Then, analog waveform x (t) input modulator 412 is modulated onto f at this analog waveform 418 _cOn the system RF carrier wave at place, and on the RF of system channel 414, send.

Receiver 430 comprises demodulator 432, A-D converter (ADC) 434, serial-parallel converter 436, combination device circuit 438, fast Fourier transform (FFT) circuit 440 and parallel to serial converter 442.Receive in the operation, receiving system RF carrier wave on the RF of system channel 414, and in demodulator 432, the RF of system carrier wave is carried out demodulation, and receive analog waveform b (t) to obtain, promptly send the reception form of waveform x (t).Then, analog waveform b (t) imports ADC 434, and it is converted into a discrete-time series signal b at this _nThen, discrete-time series signal b _nInput serial-parallel converter 436, and be converted into a parallel data signal.Afterwards, parallel data signal input combination device circuit 438.Combination device circuit 438 is b _nThe synthetic individual sampling of N ' of N groups of samples, to constitute a discrete-time series signal y _nIn combination device circuit 438 to discrete-time series b _nHandle, to produce discrete-time series y _n, n=0 ..., N '-1.Signal y _nBe defined as:

y _n＝b _n+(N-N′)/2+b _n+(N+N′)/2+b _n(N-3N′)/2

With reference now to Fig. 6 B,, the function that combination device circuit 438 is finished has been described among the figure.Fig. 6 has illustrated signal b _nThe example that makes up, N=10 wherein, N '=6.b _nBe the transmission signal a that constitutes in the example shown in Fig. 6 A _nThe reception form.

Then, y _nInput fft circuit 440.Afterwards just to discrete-time signal y _nThe individual sampling of N ' carry out FFT one time, recover to send data symbol C _kReceived, wherein: $C_k\mathrm{received}=\frac{1}{N^{\&prime;}}\underset{n=0}{\overset{N^{\&prime;}-1}{\mathrm{\&Sigma;}}}{y}_n{e}^{-\mathrm{<figure-callout\; id="2"\; label="j"\; filenames="A9619672500182.png,A9619672500222.png"\; state="\{\{state\}\}">j</figure-callout>}2\mathrm{\&pi;kn}/N},k=0....,N^{\&prime;}-1$

Then, the data symbol C of OFDM piece _kReceived imports parallel to serial converter 442, and they are converted into serial data 444 at this.

OFDM piece (OFDM symbol) for the individual data symbol of each N ' that will send repeats identical operations in transmitter 400 and receiver 430.

Compare with an ofdm system that has same frequency band, do not carry out pulse shaping, using raised cosine to carry out pulse shaping makes the usable frequency number be reduced to 1/ original α, simultaneously, method and system of the present invention is flexibly, allows other embodiment that adopts different pulse shaping functions.For example, in the inventive embodiments of Fig. 4 A and 4B, can use known raised cosine or time discrete Hanning function, B=1 wherein, α=2.Time discrete Hanning function definition is: $w_n=\frac{1-\mathrm{COS}(2\mathrm{\&pi;n}/N)}{2}$

Using the Hanning function to carry out pulse shaping makes the available subcarrier frequency number be reduced to original 1/2.When the rolloff-factor B of selected pulse shaping function from 1 when 0 moves, the usable frequency number increases, the ability of spectral decay speed and anti-ISI then reduces.

By selecting a specific pulse shaping function, compromise selection spectral decay speed can increase the usable frequency number.Used certain pulses shaping function can require to select according to implementing particular system of the present invention.For example, Fig. 3 B and 3C explanation is for by w ₁(t) given pulse shaping function, rolloff-factor B is 1/2, and it is original 1/1.5 that the usable frequency number is reduced to, and when B equals 1, and the usable frequency number is reduced to original 1/2.But, B is low more, and the ability of anti-ISI is weak more.

Although described embodiment uses raised cosine as the pulse shaping function, also can use the pulse shaping function of other type.Key is that the pulse shaping function has the amplitude of a part to be less than its amplitude peak, so that form sending waveform by pulse shaping.

As can be seen from the above description, the invention provides a kind of PULSE SHAPING METHODS FOR HIGH and the system that in an ofdm system, carries out transfer of data.Use of the present invention will improve the performance of the ofdm system that adopts it.The raising of performance is by reducing the intersymbol interference (ISI) between the data symbol that is caused by Doppler's expansion.The ISI that the different time cycle that the raising of performance is also caused by the time diffusion effect by reduction goes up between the OFDM symbol realizes.Use the present invention also to reduce the outer interference of band.

Can be sure of, can be well understood to operation of the present invention and structure from the foregoing description, but, the present invention described here only can be as a certain embodiments, only otherwise break away from defined invention essence of following claim and scope, can carry out conversion and change to it.

Claims (31)

1. in a communication system, the communication between the transmitter and receiver is carried out on one group of subcarrier by the communication channel on the system carrier, a kind of method that on described communication channel, sends data, and described method comprises step:

In one group of data symbol each is modulated in one group of subcarrier one, and to produce one group of modulated subcarriers, described modulated subcarriers comprises one first data-signal;

Make described first data-signal and a pulse shaping waveform multiply each other, to produce one second data-signal, described pulse shaping waveform comprises the function that has one first and second amplitude at least, and wherein said first amplitude is greater than described second amplitude; And

On described system carrier, send described second data-signal.

2. the method for claim 1 is characterized in that, wherein said system carrier frequency is f _c, described modulation step comprises:

One group of data symbol C with symbol period T _kIn each be modulated to and have frequency f _k, k=0 ..., on the subcarrier of N '-1, wherein, f _k=f _c+ α k/T, α are the constants greater than 1, and described modulated subcarriers comprises described first data-signal.

3. the method for claim 2 is characterized in that, also comprises step:

Receive one the 3rd data-signal y (t) in receiver, described the 3rd data-signal is included in described second data-signal after the transmission on the described system carrier; And

In described receiver, detect described data symbol set C _k, k=0 ..., N '-1.

4. the method for claim 2 is characterized in that, wherein said pulse shaping waveform comprises a raised cosine pulse with predetermined rolloff-factor.

5. the method for claim 4 is characterized in that, wherein said pulse shaping waveform comprises a Hanning function.

6. the method for claim 1 is characterized in that, wherein said modulation step comprises:

One group of data symbol is carried out N ' some inverse fast fourier transformed (IFFT) one time, to produce described first data-signal.

7. the method for claim 6 is characterized in that, the wherein said step that multiplies each other comprises:

To the continuation that circulates of described first data-signal, to produce the data-signal after the continuation; And

Make data-signal and a time discrete pulse shaping function after the described continuation multiply each other, to produce described second data-signal.

8. the method for claim 7 is characterized in that, also comprises step:

Receive one the 3rd data-signal in receiver, described the 3rd data-signal is included in described second data-signal after the transmission on the described communication channel;

Described the 3rd data-signal is made up, to produce the 4th data-signal; And

Described the 4th data-signal is carried out N ' point fast Fourier conversion (FFT), to produce described data symbol set.

9. the method for claim 7 is characterized in that, wherein said pulse shaping function comprises a time discrete raised cosine with predetermined rolloff-factor.

10. the method for claim 9 is characterized in that, wherein said pulse shaping function comprises a time discrete Hanning function.

11. the method for claim 1 is characterized in that, described system carrier frequency is f _c, described modulation step comprises:

Described data symbol is carried out N ' some inverse fast fourier transformed (IFFT), described data symbol comprise one group each have the symbol C of symbol period T _k, k=0 ..., N '-1, to produce first data-signal, described first data-signal comprises a signal z _n, it is made up of the individual time discrete value of N ', and each described time discrete value is corresponding frequency f in frequency domain _k, k=0 ..., N '-1, wherein f _k=f _c+ α k/T, α are the constants greater than 1.

12. the method for claim 11 is characterized in that, the wherein said step that multiplies each other comprises:

On described symbol period T to the described first data-signal z _nThe continuation that circulates is to produce the data-signal a that comprises N time discrete value after the continuation _nAnd

Data-signal a after making described continuation on the described period T _nWith a time discrete pulse shaping function w _n=w ₀, w ₁..., w _N-1Multiply each other, to produce the described second data-signal x _n=w _na _n, n=0 ..., N-1, described pulse shaping function has one first amplitude w _N1With one second amplitude w _N2, wherein said first amplitude is greater than described second amplitude.

13. the method for claim 12 is characterized in that, also comprises step:

In receiver, receive one the 3rd data-signal b _n, described the 3rd data-signal is included in the described second data-signal x after the transmission on the described communication channel _n

On described symbol period T to described the 3rd data-signal b _nMake up, comprise the 4th data-signal y of the individual time discrete value of N ' with generation _nAnd

To described the 4th data-signal y _nCarry out N ' point fast Fourier conversion (FFT), to produce described data symbol set C _k, k=0 ..., N '-1.

14. the method for claim 12 is characterized in that, wherein said pulse shaping function w _nComprise a time discrete raised cosine with predetermined rolloff-factor.

15. the method for claim 14 is characterized in that, wherein said pulse shaping function w _nComprise a time discrete Hanning function.

16. be used to send the device of data in a communication system, wherein the communication between the transmitter and receiver is carried out on one group of subcarrier by the communication channel on the system carrier, described device comprises:

Be used for one group of data symbol is carried out IFFT and produces inverse fast fourier transformed (IFFT) circuit of one first data-signal;

Make a pulse shaping function in described first data-signal and the time domain multiply each other, to produce the multiplier of one second data-signal; And

On described communication channel, send the transmitter of described second data-signal.

17. the device of claim 16 is characterized in that, wherein said multiplier comprises:

To the continuation that circulates of described first data-signal, to produce the circulation continuation circuit of a continuation signal; And

Make a pulse shaping function in described continuation signal and the time domain multiply each other, to produce the multiplier of described second data-signal.

18. the device of claim 16 is characterized in that, wherein said this group data symbol comprises first group of data symbol, and described device also comprises:

A serial digital data stream is converted to the serial-parallel converter of described first group of data symbol.

19. the device of claim 16 is characterized in that, wherein said this group data symbol comprise one group each have the data symbol C of symbol period T _k, k=0 ..., N '-1, described first data-signal comprises a signal z _n, it is made up of the individual time discrete value of N ', and each described time discrete value is corresponding frequency f in frequency domain _k, k=0 ..., N '-1, wherein f _k=f _c+ α k/T, α are the constants greater than 1.

20. the device of claim 19 is characterized in that, wherein said multiplier comprises:

To the described first data-signal z _nThe continuation that circulates is to produce the signal a that comprises N discrete time value after the continuation _nCirculation continuation circuit; And

On described period T, make described continuation signal a _nMultiply each other with a pulse shaping function in the time domain, to produce the multiplier of described second data-signal.

21. the device of claim 20 is characterized in that, wherein said multiplier comprises that makes a described continuation signal a on described period T _nWith a pulse shaping function w _n=w ₀, w ₁..., w _nMultiply each other, to produce the multiplier of described second data-signal, described second data-signal comprises a signal x _n=w _na _n, n=0 ..., N-1, described pulse shaping function has one first amplitude w at least _N1With the second amplitude w _N2, wherein said first amplitude is greater than described second amplitude.

22. the device of claim 21 is characterized in that, wherein said multiplier comprises one group of multiplier, and each described multiplier is used to make a value a of described continuation signal _nThresholding w when corresponding _nMultiply each other, to produce described second data-signal.

23. the device of claim 21 is characterized in that, wherein said pulse shaping function comprises a time discrete raised cosine pulse.

24. the device of claim 23 is characterized in that, wherein said pulse shaping function comprises a Hanning function.

25. be used to receive the device of data in a communication system, wherein the communication between the transmitter and receiver is carried out on one group of subcarrier by the communication channel on the system carrier, described device comprises:

Be used to be received in first data-signal that transmits on the described communication channel, and the receiver of one second data-signal is provided;

Described second data-signal is made up, to produce the combination device circuit of a composite signal; And

To described composite signal y _nCarry out FFT one time, and produce the fast Fourier transform (FFT) circuit of one group of data symbol.

26. the device of claim 25 is characterized in that, wherein said receiver comprises a serial-parallel converter that receives the receiver of described first data-signal and described first data-signal is converted to described second data-signal.

27. the device of claim 25 is characterized in that, also comprises a parallel to serial converter that described this group data symbol is converted to serial data.

28. the device of claim 25 is characterized in that, wherein said second data-signal comprises a signal b who is made up of N discrete time value _n, described combination device circuit comprises the described second data-signal b _nMake up, to produce the circuit of described composite signal, described composite signal comprises a signal y who is made up of the individual discrete time value of N ' _n

29. the device of claim 28 is characterized in that, wherein said system carrier frequency is f _c, described fast Fourier transform circuit comprises described composite signal y _nCarry out a FFT and produce one group of data symbol C _k, k=0 ..., the circuit of N '-1, y _nEach described time discrete value corresponding frequency f in described FFT _k=f _c+ α k/T, α are the constants greater than 1.

30. the device of claim 29 is characterized in that, wherein said receiver also comprises a serial-parallel converter that described first data-signal is converted to described second data-signal.

31. the device of claim 29 is characterized in that, also comprises one described this group data symbol C _kConvert the parallel to serial converter of serial data to.

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